Ben Li

most citedThe Maximum Surface Area Polyhedron with Five Vertices Inscribed in the Sphere

S^{2}

2 citations · 2 across the 2 of their papers we have counts for

collaborators

2 papers

math.PR2022

Asymptotic expected $T$ -functionals of random polytopes with applications to $L_{p}$ surface areas

Steven Hoehner, Ben Li, Michael Roysdon +1

An asymptotic formula is proved for the expected $T$ -functional of the convex hull of independent and identically distributed random points sampled from the Euclidean unit sphere i…

math.MG2020★ 2 cited

The Maximum Surface Area Polyhedron with Five Vertices Inscribed in the Sphere $S^{2}$

Jessica Donahue, Steven Hoehner, Ben Li

This article focuses on the problem of analytically determining the optimal placement of five points on the unit sphere $S^{2}$ so that the surface area of the convex hull o…

Asymptotic expected T-functionals of random polytopes with applications to Lp​ surface areas

The Maximum Surface Area Polyhedron with Five Vertices Inscribed in the Sphere S2

Asymptotic expected $T$ -functionals of random polytopes with applications to $L_{p}$ surface areas

The Maximum Surface Area Polyhedron with Five Vertices Inscribed in the Sphere $S^{2}$